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Time left 0:45:06Question 15Not yet answeredMarked out of 1Flag questionTipsQuestion textWhat document type explains how student responses to assessment tasks will be evaluated?Question 15Answera.Marking Schemeb.Curriculum Guidec.Student Profiled.Report Card          Clear my choiceQuestion 16Not yet answeredMarked out of 1Flag questionTipsQuestion textIf a test has a median 30 and a mode of 40, then the mean would most likely be Question 16Answera.45b.60c.35d.20Clear my choiceQuestion 17Not yet answeredMarked out of 1Flag questionTipsQuestion textThe following distribution of scores were obtained for a Social Studies quiz.                                        12      4      1      5     9       4     0    What is the median score of the distribution? Question 17Answera.7b.3c.4d.5

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Time left 0:45:06Question 15Not yet answeredMarked out of 1Flag questionTipsQuestion textWhat document type explains how student responses to assessment tasks will be evaluated?Question 15Answera.Marking Schemeb.Curriculum Guidec.Student Profiled.Report Card          Clear my choiceQuestion 16Not yet answeredMarked out of 1Flag questionTipsQuestion textIf a test has a median 30 and a mode of 40, then the mean would most likely be Question 16Answera.45b.60c.35d.20Clear my choiceQuestion 17Not yet answeredMarked out of 1Flag questionTipsQuestion textThe following distribution of scores were obtained for a Social Studies quiz.                                        12      4      1      5     9       4     0    What is the median score of the distribution? Question 17Answera.7b.3c.4d.5

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Solution

Question 15: The document type that explains how student responses to assessment tasks will be evaluated is a. Marking Scheme.

Question 16: If a test has a median of 30 and a mode of 40, the mean would most likely be c. 35. However, without more information, it's impossible to accurately determine the mean.

Question 17: The median score of the distribution (12, 4, 1, 5, 9, 4, 0) is c. 4. To find the median, you first need to arrange the scores in numerical order (0, 1, 4, 4, 5, 9, 12), then select the middle number.

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